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Erschienen in: Critical Care 1/2023

Open Access 01.12.2023 | Research

Prognostic models for outcome prediction following in-hospital cardiac arrest using pre-arrest factors: a systematic review, meta-analysis and critical appraisal

verfasst von: Casey Grandbois van Ravenhorst, Marc Schluep, Henrik Endeman, Robert-Jan Stolker, Sanne Elisabeth Hoeks

Erschienen in: Critical Care | Ausgabe 1/2023

Abstract

Background

Several prediction models of survival after in-hospital cardiac arrest (IHCA) have been published, but no overview of model performance and external validation exists. We performed a systematic review of the available prognostic models for outcome prediction of attempted resuscitation for IHCA using pre-arrest factors to enhance clinical decision-making through improved outcome prediction.

Methods

This systematic review followed the CHARMS and PRISMA guidelines. Medline, Embase, Web of Science were searched up to October 2021. Studies developing, updating or validating a prediction model with pre-arrest factors for any potential clinical outcome of attempted resuscitation for IHCA were included. Studies were appraised critically according to the PROBAST checklist. A random-effects meta-analysis was performed to pool AUROC values of externally validated models.

Results

Out of 2678 initial articles screened, 33 studies were included in this systematic review: 16 model development studies, 5 model updating studies and 12 model validation studies. The most frequently included pre-arrest factors included age, functional status, (metastatic) malignancy, heart disease, cerebrovascular events, respiratory, renal or hepatic insufficiency, hypotension and sepsis. Only six of the developed models have been independently validated in external populations. The GO-FAR score showed the best performance with a pooled AUROC of 0.78 (95% CI 0.69–0.85), versus 0.59 (95%CI 0.50–0.68) for the PAM and 0.62 (95% CI 0.49–0.74) for the PAR.

Conclusions

Several prognostic models for clinical outcome after attempted resuscitation for IHCA have been published. Most have a moderate risk of bias and have not been validated externally. The GO-FAR score showed the most acceptable performance. Future research should focus on updating existing models for use in clinical settings, specifically pre-arrest counselling.
Systematic review registration PROSPERO CRD42021269235. Registered 21 July 2021.
Hinweise

Supplementary Information

The online version contains supplementary material available at https://​doi.​org/​10.​1186/​s13054-023-04306-y.

Publisher's Note

Springer Nature remains neutral with regard to jurisdictional claims in published maps and institutional affiliations.

Background

Advance care directives are becoming increasingly important in modern day medical practice. The possibility of successful cardiopulmonary resuscitation (CPR) in case of cardiac arrest is the quintessential directive to discuss. Expected prognosis after attempted CPR for in-hospital cardiac arrest (IHCA) is an increasingly important part of the dialogue. Providing adequate guidance can be challenging, especially as patients tend to overestimate their likelihood of survival [1]. Even though the likelihood of survival and the chance at good neurological outcome after IHCA remains poor [2]. Ideally, clinicians would be able to identify both patients who have a good chance at qualitative survival after cardiopulmonary resuscitation, as well as patients with a low chance of survival, in whom futile resuscitation attempts could be avoided.
Compared to out-of-hospital cardiac arrest (OHCA), there is limited data on outcome after IHCA [3]. Although evidence from OHCA is often extrapolated to IHCA, the epidemiology is different and the determinants of survival and outcome differ accordingly [4]. There is a need for prognostication tools to guide clinicians in decision-making and counselling of patients regarding IHCA. Although several significant peri-arrest prognostic factors for IHCA have been identified, patients and clinicians must rely on pre-arrest factors to establish a CPR-directive [5].
Several risk models were published over the years addressing this clinical dilemma. However, there is still little evidence supporting clinical decision-making [4] and no model has up to now been implemented in clinical practice. An overview of the developed prognostic tools has recently been published, however the focus lay on establishing diagnostic accuracy [6]. The aim of this study was to summarize and appraise prediction models for any clinical outcome after attempted CPR for IHCA using pre-arrest variables, to assess the extent of validation in external populations, and to perform a meta-analysis of the performance of the prognostic models. Clinicians could thus improve the prediction of outcome after IHCA in order to better inform their patients and enhance clinical decision-making.

Methods

This systematic review was designed according to the Checklist for critical Appraisal and data extraction for systematic Reviews of prediction Modelling Studies (CHARMS) and the guidance as described by Debray et al. [7, 8] A protocol was registered in the International Prospective Register of Systematic Reviews PROSPERO (CRD42021269235). Data reporting and review are consistent with the Preferred Reporting Items for Systematic Reviews and Meta-Analyses (PRISMA) statement [9]. The review question was formulated using the PICOTS scheme (Population, Intervention, Comparator, Outcome, Timing and Setting) (Additional file 1: Appendix, Table S1).
A systematic search in MEDLINE was performed via PubMed, Embase and the Cochrane Library for studies published from inception to 22-10-2021. An experienced librarian assisted in developing the search strategy, which included synonyms for [in-hospital cardiac arrest], combined with [prognostic model/prognosis/prediction/outcome assessment]. (Additional file 1: Appendix) The recommendations by Geersing et al. [10] regarding search filters specifically for finding prediction model studies for systematic reviews were followed, as well as those by Bramer et al. using single paragraph searches [11]. Two authors (CGvR, MS) independently screened titles/abstracts and full text articles and discrepancies were resolved by a third author (SH). References of each eligible article were hand searched for potential further inclusion.

Selection criteria

Studies specifically developing, validating and/or updating a multivariable prognostic model for any clinical outcome after attempted resuscitation for IHCA were included. A study was considered eligible following the definition of prognostic model studies as proposed by the Transparent Reporting of a multivariable prediction models for Individual Prognosis Or Diagnosis (TRIPOD) statement [12]. Eligible studies should specifically report the development, update or recalibration, or external validation of prognostic models to predict outcome after in-hospital cardiac arrest using pre-arrest factors and report model performance measures. No language restrictions were imposed.

Outcome assessment

Eligible outcomes were any possible clinical outcome after IHCA, such as the return of spontaneous circulation (ROSC), survival to discharge (or longer term survival) and neurological outcome (Cognitive Performance Category: CPC). Studies only including peri-arrest factors were excluded, as these prognostic factors are not available at the time of advance care planning. Studies exclusively describing data of patients after ROSC or studies of mixed OHCA/IHCA populations without separate reporting for IHCA-patients were also excluded.

Definitions and terminology

A prognostic model was defined as ‘a formal combination of multiple prognostic factors from which risks of a specific end point can be calculated for individual patients’ [13]. A good clinical prediction model should discriminate between patients who do and do not experience a specific event (discrimination), make accurate predictions (calibration) and perform well across different patient populations (generalisability) [14, 15]. Discrimination is often expressed by the concordance statistic (C-statistic)—the chance that a randomly selected patient who experiences an event has a higher score in the model than a random patient who does not. For binary outcomes, the C-statistic is equal to the area under the operating receiver curve (AUC). Calibration compares the predicted probability of survival with actual survival [16]. It is often visualised with a calibration plot and/ or goodness-of-fit (GOF) as quantified by the Hosmer–Lemeshow test. Other measures of model performance are sensitivity, specificity, positive and negative predictive value, accuracy, R2-statistic and Brier score.

Data extraction

A standardised form following the CHARMS checklist was developed in which two authors independently extracted data (CGvR, MS) [7]. Articles were categorised into development, updating/recalibration and validation subgroups. For all eligible articles, the following information was extracted: first author and year of publication, model name, study population, sample size, source of data (i.e. study design, date of enrolment), number of centres, countries of inclusion, predicted outcome, factors in the model, model performance and information on validation. For development/update studies, model development method, number of prognostic factors screened and final model presentation were collected. Separate individual prognostic factors of the models were tabulated.

Statistical analysis

For prediction models that had been externally validated in multiple studies, a random-effect meta-analysis was performed of the reported AUC’s to yield a pooled AUC for each prediction model [8]. 95% confidence intervals (CI) and (approximate) 95% prediction intervals (PI) were calculated to quantify uncertainty and the presence of between-study heterogeneity. Analyses were performed in R version 4.2.1 using the package metamisc.

Quality assessment

The Prediction model Risk Of Bias Assessment Tool (PROBAST) was used to apply the risk of bias assessment of the studies developing or validating prognostic models [17]. Assessment of methodological quality was done separately by two authors (CGvR, MS).

Results

A total of 2678 studies were screened (Fig. 1). Flow diagram of literature search and included studies.) and 33 studies were included in the qualitative synthesis of this systematic review: 16 model development studies [1833], five model updating studies [3438] and 12 model validation studies [3950] (Tables 1, 2 and 4). All studies included patients that received CPR for IHCA. In five studies [20, 21, 25, 26, 31], multiple models were developed resulting in a total of 22 developed models in 16 studies. Of these, seven studies reported (internal) validation of the developed model and three of the five model updating studies reported validation in the original paper (Table 2). Most models were developed or updated using registries as source of data (9/21 studies) or data from retrospective cohorts (7/21 studies). Three studies used a prospective cohort, and in two studies, the source of data was not mentioned (Table 1).
Table 1
Model development and updating studies
Reference (first author, year of publication)
Model
Study population
Predicted outcome
No. of participants (no. with predicted outcome)
Study interval
Source of data
Country of inclusion (no. of centres)
Model development
No. of variables screened (no. In final model)
Model development
Swindell et al. [18]
ABCD-score
Attempted CPR for IHCA in patients > 50 years
Survival to discharge
92.706 (n.r.)
2012–2016
NIS Registry
USA (n.r.)
Selection of variables based on univariate analysis
n.r. (4)
Chan et al. [19]
Benchmark hospital rates for ROSC after IHCA
Attempted CPR for IHCA
Sustained ROSC > 20 min
83.206 (D: 55.601 (40.038), V:27.128 (19.716))
2014–2017
GWTG Registry
USA (335)
Hierarchical logistic regression
24 (10)
Harrison et al. [20]
1. Predicting ROSC following IHCA
Attempted CPR for IHCA
ROSC > 20 min
22.479 (D: 14.688 (6605), V: 7791 (2926))
2011–2013
NCAA Registry
UK (143)
Multilevel logistic regression
7 (7)
2. Predicting survival following IHCA
Attempted CPR for IHCA
Survival to discharge
7 (6)
Ebell et al. [22]#
1. Classification and Regression Trees (CART1)
Attempted CPR for IHCA
Survival to discharge with CPC = 1
52.527 D: 38.092 (3610) V: 14.435 (1720)
2007–2009
GWTG Registry
USA (366)
Classification and regression trees
32 (8)
2. Classification and Regression Trees (CART2)
32 (9)
Ebell et al. [21]
GO-FAR
Attempted CPR for IHCA
Survival to discharge with CPC = 1
51.240: training (44%), testing (22%), validation (34%) (overall 10.4% with outcome)
2007–2009
GWTG Registry
USA (366)
Previous meta-analysis; logistic regression
17 (13)
Chan et al. [23]
Risk-standardized survival after IHCA
Attempted CPR for IHCA
Survival to hospital discharge; risk-standardized survival rates
48.841 (10.290) (D: 32.560 (6844), V:16.281 (3446))
2007–2010
GWTG Registry
USA (356)
Hierarchical logistic regression
26 (9)
Larkin et al. [24]
NRCPR in-hospital mortality prediction model
Attempted CPR for IHCA
In-hospital mortality (or CPC ≥ 3)
49,130 (84.1% with outcome) (D: 33,468 V: 12,754)
2000–2004
NRCPR Registry
USA (366)
Logistic regression with bootstrapping
63 (33)
Danciu et al. [25]
1. Survival after IHCA
Attempted CPR for IHCA
Survival to discharge
219 (33)
2000–2002
Retrospective cohort
USA (1)
Backwards stepwise logistic regression
10 (5)
2. Survival after IHCA
1 month survival
219 (30)
3. Survival after IHCA
3 months survival
219 (25)
Cooper et al. [26]**
Resuscitation Predictor Scoring Scale (RPS Scale)
Attempted CPR for IHCA
24-h survival
1633 (444)
1993–2000
Retrospective cohort
UK (1)
Multiple forward logistic regression
n.r. (3)
Ambery et al. [27]
IHCA 5-score
Attempted CPR for IHCA
Survival to discharge
111 (14)
1998–1999
Retrospective cohort
UK (1)
Previous knowledge
5 (5)
Dodek et al. [28]
Predictors of in-hospital mortality after IHCA
Attempted CPR for IHCA
Probability of death before hospital discharge
D: 197 (145) V:120 (90)
1986–87; 1989–90
Retrospective cohort
Canada (1)
Stepwise logistic regression
31 (8)
Ebell et al. [29]
Artificial neural networks for predicting failure to survive following IHCA
Attempted CPR for IHCA (ward + ICU)
Failure to survive
218 (96)
1989–1991
Retrospective cohort
USA (1)
Artificial neural network
24 (24)
Lawrence et al. [30]
Probability of survival after CPR for IHCA
Attempted CPR for IHCA
Survival to discharge
340 (88)
1987–1989
Retrospective cohort
USA (1)
Stepwise discriminant analysis followed by logistic regression
18 (4)
Marwick et al. [31]**
1. Prognostic survival index at resuscitation attempt
Attempted CPR for IHCA (ward + CCU + ER + OR)
Survival to discharge
710 (92)
1984–1987
Prospective cohort
Australia (1)
Cox multiple regression
8 (4)
2.Prognostic survival index after 10 min
8 (3)
3.Prognostic survival index after resuscitation
8 (5)
George et al. [32]
Pre-Arrest Morbidity Index (PAM)
Attempted closed-chest CPR for IHCA (ward + ICU)
ROSC, survival to discharge, 3-months survival
140 (77, 34, 29)
1985
Prospective cohort
USA (1)
Previous knowledge
n.r. (15)
Burns et al. [33]
Prediction of initial success after CPR for IHCA
Attempted CPR for IHCA (ward + ICU)
ROSC
122 (56)
1985
Retrospective cohort
USA (1)
Significance testing followed by backwards logistic regression
25 (4)
Model updating
Model based on
Hong et al. [34]
GO-FAR + albumin
Attempted CPR for IHCA
Survival to discharge with CPC 1 or 2
863 (127): D 419 (59) and V: 444 (68)
2013–2017
Prospective cohort
Korea (1)
Previous knowledge
14 (14)
GO-FAR
George et al. [35]
GO-FAR 2
Attempted CPR for IHCA (excl. OR)
Survival to discharge with CPC ≤ 2
52.468: training 23.713 (44%) (4768 with outcome), testing 12.240 (22%), validation 16.515 (34%)
2012–2017
GWTG Registry
USA (366)
Previous knowledge; BIC and LASSO analysis
24 (10)
GO-FAR
Piscator et al. [36]
Prediction of outcome for In-Hospital Cardiac Arrest (PIHCA)
Attempted CPR for IHCA
Survival to discharge with CPC ≤ 2
717 (628 after exclusion missing cases) (174)
2013–2014
SCR Registry
Sweden (6)
Previous knowledge; logistic regression
9 (9)
GO-FAR
Dautzenberg et al. [37]*
Modified PAM index (MPI)
n.r. (according to George et al.)
n.r. (according to George et al.)
n.r.
n.r.
n.r.
n.r.
Previous knowledge
n.r. (16)
PAM
Ebell et al. [38]*
Prognosis After Resuscitation (PAR)
n.r. (according to George et al.)
n.r. (according to George et al.)
218 (n.r.)
n.r.
n.r.
n.r.
Previous knowledge
n.r. (8)
PAM
D Derivation, V Validation, n.r. not reported
*Studies do not formally fit the inclusion criteria due to lack of reporting model performance measures. They were nevertheless included as they were validated in external populations. They validated the scores for different end points but no formal process of model development has taken place
**Only age as pre-arrest variable
#Five models are reported to be made but only the best two are presented, performance of all five is reported
Table 2
Model characteristics of model development and updating studies
Reference (first author, year of publication)
Type of factors in final model
Prognostic factors in final model
Model presentation
Evaluation of model performance
Validation
Calibration
Discrimination
Classification
Model development
Swindell et al. [18]
Pre + intra-arrest
Age, BMI, comorbidity (cancer or liver disease), days from admission to arrest
Scoring system
n.r.
AUC 0.581 (95% CI 0.577–0.585)
ABDC ≤ 2 sensitivity 96.8% (accuracy 33.6%), ABCD ≤ -1 specificity 82%
n.r.
Chan et al. [19]
Pre + intra-arrest
Age, initial rhythm, heart failure during admission, respiratory insufficiency, diabetes mellitus, metabolic disturbance, metastatic/haematologic malignancy, acute CNS non-stroke event, continuous IV vasopressor, mechanical ventilation
Logistic regression model with beta-coefficients estimates
D: R2 = 0.996  V: R2 = 0.990, Hosmer-Lemeshow GOF = 0.87
D: c-statistic 0.638 V: c-statistic 0.630
n.r.
Internal validation: split-sample
Harrison et al. [20]
Pre + intra-arrest
1. ROSC: age, sex, prior length of stay, reason for attendance, location of arrest, initial rhythm, interactions presenting rhythm and location
Online score calculator
Calibration plots
1. D: c-statistic = 0.727 V: c-index 0.73. Accuracy: R2 = 0.11–0.17
n.r.
External validation: temporal validation, geographical validation
2. Survival: age, prior length of stay, reason for attendance, location of arrest, initial rhythm, interactions presenting rhythm and location
2. D: c-statistic = 0.804. V: c-index 0.81. Accuracy: R2 = 0.21–0.24
Ebell et al. [21]
Pre-arrest
1: CPC-score, admitting location, sepsis, mechanical ventilation, age, metastatic/haematological malignancy, acute MI this admission
Algorithm
n.r.
AUC: Model 1 D: 0.76, V: 0.73
Classification table
External validation: temporal validation
2: Factors of model 1 + other configuration + acute stroke
AUC: Model 2 D: 0.74, V: 0.71
Ebell et al. [21]
Pre-arrest
Age, admission neurologically intact, major trauma, acute stroke, metastatic/haematological cancer, septicaemia, non-cardiac admission, hypotension/hypoperfusion, respiratory insufficiency, pneumonia, metastatic cancer, renal dialysis/insufficiency, hepatic insufficiency, admitted from nursing facility
Scoring system
Hosmer–Lemeshow statistic 11.39 (p = 0.18). HL graph is shown
C-statistic overall: 0.800. Derivation and training: 0.77, validation 0.78
Classification table
Internal validation: split-sample
Chan et al. [23]
Pre + intra
Age, initial arrest rhythm, hospital location, hypotension, septicemia, metastatic/haematological malignancy, hepatic insufficiency, mechanical ventilation before arrest, vasopressor before arrest
Logistic regression model with beta-coefficients estimates
R2 of 0.99 in derivation and validation cohorts
C-statistic: 0.734 in derivation and 0.737 in validation cohort
n.r.
Internal validation: split-sample
Larkin et al. [24]
Pre + intra-arrest
Code team present, age, race, illness category (medical cardiac, surgical cardiac, surgical non-cardiac and trauma, obstetrics), pre-existing conditions (MI, hypotension, hepatic insufficiency, baseline depression CNS function, acute stroke, infection/septicemia, metastatic/haematological malignancy, renal failure, major trauma), interventions in place (invasive airway, mechanical ventilation, anti-arrhythmics, vasopressors, vasodilators, chest tube), monitored outside ICU, monitored with arterial catheter, witnessed, pulseless when need for CPR recognized, event location (PACU/OR, general floor/telemetry, ED), initial pulseless rhythm (asystole vs VF, VT), admit time to event (in h)
Multivariate odds ratios
D: Hosmer-Lemeshow statistic 73.7 (p < 0.001) V: Hosmer-Lemeshow statistic 37.9 (p < 0.001)
D: AUC 0.78. V: AUC 0.77 (0.79–0.78). For data known at admission: AUC = 0.68, + pre-arrest admission known during admission AUC = 0.73
n.r.
Internal validation: split-sample
Danciu et al. [25]
Pre + intra-arrest
1, 2 3: Respiratory arrest, initial rhythm, chronic renal insufficiency, higher BMI, less days from admission to resuscitation attempt
Scoring system + logistic model equation
1. GOF p = 0.874
n.r.
Survival to discharge: sensitivity= 0.88 specificity = 0.32
n.r.
2. GOF p = 0.599
1 month: sensitivity = 0.89 specificity = 0.31
3. GOF p = 0.822
3 months: sensitivity = 0.91 specificity = 0.32
Cooper et al. [26]
Pre + intra-arrest
Age, initial rhythm, primary cardiac/respiratory arrest
Scoring system
n.r.
n.r.
Accuracy 90% for 24 h survival for cases lasting > 15 min
n.r.
Ambery et al. [27]
Pre-arrest
Cardiac history, COPD/asthma/respiratory failure, stroke, malignancy, renal insufficiency
Scoring system
n.r.
n.r.
(score of > 4) Under 75y sensitivity 83%, specificity 100%. Over 75y sensitivity 40%, specificity 85%, all sensitivity 52%, specificity 93%
n.r.
Dodek et al. [28]
Pre + intra-arrest
Higher probability of death: Age, female gender, no. Previous arrests, electrical–mechanical dissociation. Lower: underlying coronary artery disease/valvular heart disease, VT, period July–September
Estimates from logistic model
n.r.
AUC: D 0.81, V: 0.71
D: senitivitys + specificity: 0.75 (cut-off probability 0.75); V: sensitivity + specificity: 0.6 (cut-off probability 0.85)
External validation: temporal validation
Ebell et al. [29]
Pre-arrest
Age, sex, heart rate, respiratory rate, FiO2, reason for admission, cancer, acute renal failure, GCS, place of residence before admission, mode of transport to hospital, white blood count, sodium, potassium, creatinine, haematocrit, temperature, MAP, pH, and others
Neural network
n.r.
AUC: 0.765 (SE = 0.048)
Sensitivity 52.1%, PPV 97%
n.r.
Lawrence et al. [30]
Pre-arrest
Shock, abnormal BUN, abnormal PaO2, oliguria
Scoring system
n.r.
n.r.
Sensitivity 76%, specificity 65%
n.r.
Marwick et al. [31]
Pre + intra-arrest
1.Age, initial rhythm, CPR delay, defibrillation delay
Scoring system + regression coefficients
n.r.
AUC = 0.78
n.r.
n.r.
2.Age, initial rhythm, CPR delay
AUC = 0.71
3.Age, initial rhythm, defibrillation delay, defibrillated, intubated
AUC = 0.80
George et al. [32]
Pre-arrest
Hypotension, azotemia, malignancy, pneumonia, homebound lifestyle, angina pectoris, acute MI, heart failure (NYHA III or IV), S3 gallop, oliguria (< 300 ml/day), sepsis, mechanical ventilation, recent cerebrovascular event, coma, cirrhosis
Scoring system + nomogram
n.r.
n.r.
Linear correlation for ROSC: p < 0.02; survival to discharge p < 0.002; 3 month survival p < 0.002. PAM > 7: p < 0.0006 for in-hospital mortality
n.r.
Burns et al. [33]
Pre + intra-arrest
Age, surgery scheduled before arrest, intensive care admission pre-arrest, pO2 < 8 mmHg
Scoring system and model equation
n.r.
n.r.
Sensitivity 76%, specificity 61%, accuracy 69%
n.r.
Model updating
Hong et al. [34]
Pre-arrest
GO-FAR + albumin
Scoring system
n.r
AUC D = 0.848 (CI = 0.802–0.893) V = 0.799 (CI = 0.745–0.853)
Net reclassification index V = 0.072 (CI 0.013–0.132)
External validation: temporal validation
George et al. [35]
Pre-arrest
Age, admission CPC < 2, medical non-cardiac admission, surgical admission, hypotension/hypoperfusion, respiratory insufficiency, septicaemia, metastatic cancer, renal dialysis, hepatic insufficiency
Scoring system
Hosmer-Lemeshow test for calibration 21.43 (P = 0.006)
AUC training = 0.70 testing = 0.70 validation = 0.69
Classification table
Internal validation: split-sample
Piscator et al. [36]
Pre-arrest
Neurologically intact admission, sepsis, pneumonia, hypotension, respiratory insufficiency, medical non-cardiac admission, acute kidney injury, CCI, age
Scoring system
Calibration plot
V: AUC = 0.808 (CI 0.807–0.810)
For likelihood > 3% sensitivity = 99.4%, specificity = 8.4%
Internal validation: bootstrapping
Dautzenberg et al. [37]*
Pre-arrest
Hypotension, uremia, malignancy, pneumonia, homebound lifestyle, angina pectoris, acute MI after 2 days, heart failure (NYHA III or IV), S3 gallop, oliguria (< 300 ml/day), sepsis, mechanical ventilation, recent cerebrovascular event, coma, age, dementia
Scoring system
n.r
n.r
n.r
n.r
Ebell et al. [38]*
Pre-arrest
Malignancy (metastatic, non-metastatic), sepsis, dependent lifestyle, pneumonia, creatinine > 130 µmol/L, age > 70, acute MI (higher survival)
Scoring system
n.r
n.r
n.r
n.r
*Studies do not formally fit the inclusion criteria due to lack of reporting model performance measures. They were nevertheless included as they were validated in external populations. They validated the scores for different end points but no formal process of model development has taken place. D Derivation, V Validation  n.r. not reported

Model development and updating studies

The most frequently predicted outcome was survival to discharge (11 studies), followed by ROSC (8 studies), as shown in Table 1. Survival to discharge with a CPC of 1 (2 studies) [21, 22] or ≤ 2 (3 studies) [3436] was also reported as predicted outcome. Two studies included 3-months survival in their outcomes [25, 32]. Sample size varied from 122 to 92.706 patients. The model updating studies either updated the Good Outcome Following Attempted Resuscitation (GO-FAR) Score (n = 3) [3436] or the Pre-Arrest Morbidity (PAM) Index (n = 2) [37, 38].
Of the model development studies, 10 included pre- and intra-arrest factors and six exclusively pre-arrest factors (Table 2). All model updating studies only included pre-arrest factors, according to the models they were based on. A tabular overview is provided of the most frequently included pre-arrest factors affecting clinical outcome after attempted resuscitation: age, dependent functional status, (metastatic) malignancy, heart disease, cerebrovascular event, respiratory, renal or hepatic insufficiency, hypotension and sepsis (Table 3) (a full overview of the parameters per model is included in the Additional file 1: Appendix).
Table 3
Overview of included predictors
 
Model development
Model updating
Swindell [18]
Chan [19]
Harrison [20
Ebell [21]
Ebell [21] CART
Chan [23]
Larkin [24]
Danciu [25]
Cooper [26]
Ambery [27]
Dodek [28]
Ebell [29]
Lawrence [30]
Marwick [31]
George [32]
Burns [33]
Hong [34]
George [35]
Piscator [36]
Dautzenberg [37]
Ebell [38]
Pre-admission factors
Age
x
x
x
x
x
x
x
 
x
 
x
x
 
x
 
x
x
x
x
x
x
Sex
  
x
       
x
x
         
Dependent functional status (or CPC 2)
   
x
x
 
x
    
x
  
x
  
x
 
x
x
(Metastatic/haematological) malignancy
x
x
 
x
 
x
x
  
x
 
x
  
x
 
x
x
 
x
x
Charlson Comorbidity Index
                  
x
  
Chronic renal insufficiency
       
x
 
x
       
x
   
Hepatic insufficiency/cirrhosis
x
                
x
   
(Post-)admission factors
Respiratory insufficiency
 
x
 
x
       
x
    
x
x
x
  
Renal insufficiency
   
x
x
 
x
    
x
x
 
x
 
x
 
x
x
x
Hepatic insufficiency/cirrhosis
   
x
x
x
x
       
x
 
x
    
Sepsis
   
x
x
x
x
       
x
 
x
x
x
x
x
Heart failure/heart disease/AP
 
x
    
x
       
x
    
x
x
Cerebrovascular event
   
x
x
 
x
       
x
 
x
  
x
 
Hypotension/IV vasopressor
 
x
 
x
 
x
x
    
x
x
 
x
 
x
x
x
x
 
Mechanical ventilation
 
x
  
x
x
x
       
x
    
x
 
Peri-arrest factors*
                     
Initial rhythm
 
x
x
  
x
x
x
x
 
x
  
x
       
Days from admission to arrest
x
 
x
   
x
x
             
Location of arrest
x
x
x
     
x
x
           
*As this review only includes models that were developed with mainly pre-arrest factors, this section represents only reported peri-arrest factors within these models and will not be a complete overview
Half of the developed/updated models were validated in the same paper either by split-sample (internal) validation [19, 2224, 35] or temporal (external) validation [20, 21, 28, 34]. In one study, a bootstrapping technique was used [36]. For the remaining 11 studies, no internal validation or recalibration had taken place [18, 2527, 2933, 37, 38].
Formally, part of the exclusion criteria was the absence of performance measures, but as the Modified PAM Index (MPI) [37] and Prognosis After Resuscitation (PAR) [38] are frequently validated externally, these studies were included with a disclaimer to the overview for this purpose.

Model validation studies

In the 12 model validation studies, a total of seven risk models were independently validated in external populations (Table 4): the GO-FAR score [22], the PAM Index [32], the PAR score [38], the MPI [37], two classification and regression tree models (CARTI and CARTII) [21] and the APACHE III score [47]. The most frequently externally validated models are the PAM (n = 6) [4550], GO-FAR (n = 5) [3942, 44], and PAR (n = 5) [4548, 50]. The source of data was most frequently a retrospective cohort (n = 10) and twice [40, 42] registry data were used. Sample size varied from 86 to 62.131 patients. In six instances, the validation study was fully independent, meaning the authors of initial score were not implicated in the validation study [39, 41, 45, 46, 49, 50]. There does not seem to be a difference between reported validation performance of the fully independent validation studies and the other external validation studies. Calibration performance was reported in two studies [40, 42]. Area under the receiver operating characteristic curve estimates was calculated in 10 validation studies.
Table 4
Characteristics of model validation studies
Reference (year of publication)
Model validated
Study population (cohort type, included patients)
No. of participants (no. with predicted outcome)
Study interval
Source of data
Country of inclusion (no. of centres)
Predicted outcome
Method of validation
Evaluation of model performance
Calibration
Discrimination
Classification
Cho et al. [39]
GO-FAR
Attempted CPR for IHCA
1011 (162)
2013–2017
Retrospective cohort
South Korea (1)
Survival to discharge with CPC 1 or 2
Fully independent validation
n.r.
AUC: 0.81(CI 0.78–0.84)
Best at 4 for poor outcome: sensitivity 72.5% (CI 69.5–75-5), specificity 78.6% (CI 70.4–85.4), PPV 96.0% (CI 94.4–97.1), NPV 29.0% (CI 26.1–31.9)
Thai et al. [40]
GO-FAR
Attempted CPR for IHCA
62.131 (9347)
2010–2016
GWTG Registry
USA (386)
Survival to discharge with CPC = 1
External validation; authors include initial author of score
Calibration plot (score systematically underestimates the likelihood of survival with CPC 1)
AUC: 0.75 (CI 0.748–0.758)
Classification table
Rubins et al. [41]
GO-FAR
Attempted CPR for IHCA
403 (133, 70)
2009–2018
Retrospective cohort
USA (1)
Survival to discharge and survival to discharge with CPC = 1
Fully independent validation
n.r.
For survival to discharge with CPC = 1: AUC = 0.68(CI 0.62–0.73)
n.r.
Piscator et al. [42]
GO-FAR
Attempted CPR for IHCA
528 (141) (complete cases)
2013–2014
SCR Registry
Sweden (6)
Survival to discharge with CPC = 1
External validation; authors include initial author of score
Calibration plot (GO-FAR model under-predicts the probability of survival with CPC = 1)
Complete cases: AUC = 0.82(CI 0.78–0.86) (AUC = 0.80 (CI 0.76–0.84) for multiple imputation analysis)
Classification table
Limpawattama et al. [50]
PAM, PAR, MPI
Attempted CPR for IHCA
278 (72) (166 complete IHCA cases)
2013–2014
Retrospective cohort
Thailand (1)
Survival to discharge
Fully independent validation
n.r.
AUC: PAM = 0.62(CI 0.51–0.73), PAR = 0.60(CI 0.49–0.71), MPI = 0.63(CI 0.52–0.73)
n.r. for only IHCA
Guilbault et al. [43]
CART1, CART2
Attempted CPR for IHCA
287 (45)
2007–2010
Retrospective cohort
Sweden (1)
Survival to discharge with CPC = 1
External validation; authors include initial author of score
n.r.
CART 1: AUC = 0.77. CART 2: AUC = 0.71
Classification table
Ohlsson et al. [44]
GO-FAR
Attempted CPR for IHCA
287 (45)
2007–2010
Retrospective cohort
Sweden (1)
Survival to discharge with CPC = 1
External validation; authors include initial author of score
n.r.
AUC: 0.85 (CI 0.78–0.91)
Best sensitivity and specificity at -3.5: 79% and 78%
Ohlsson et al. [45]
PAM, PAR
Attempted CPR for IHCA
287 (58)
2007–2010
Retrospective cohort
Sweden (1)
Survival to discharge
Fully independent validation
n.r.
AUC: PAM = 0.601(CI 0.528–0.674 p = 0.018), PAR = 0.718(CI 0.647–0.79 p =  < 0.001)
Sensitivity, specificity: PAM > 5 = 21.8%, 94.8%. PAR > 5 = 31%, 94.8%
Bowker et al. [46]
PAM, PAR, MPI
Attempted CPR for IHCA
264 (28)
1994–1996
Retrospective cohort
UK (1)
Survival to discharge
Fully independent validation
n.r.
n.r
Sensitivity: PAM > 6 = 20%, PAR > 7 = 29%, MPI > 6 = 22% (specificity for all 100%)
Ebell et al. [51]
PAM, PAR, APACHE III
Attempted CPR for IHCA
656 (248, 35)
2–3 years (not further specified)
Retrospective cohort
USA (3)
ROSC with transfer to ICU & survival to discharge
External validation; authors include initial author of score
n.r.
AUC: ROSC: PAR = 0.51(SE = 0.023), PAM = 0.495(SE = 0.023), APACHE III 0.495(SE = 0.023). Survival to discharge: PAR = 0.564(SE = 0.05), PAM = 0.519(SE = 0.051), APACHE III = 0.587(SE = 0.049)
n.r.
O'keeffe et al. [48]
PAM, PAR
Attempted CPR for IHCA
274 (25)
2 years (not further specified)
Retrospective cohort
Ireland (1)
Survival to discharge
External validation; authors include initial author of score
n.r.
AUC: PAM = 0.67 (SE = 0.06) PAR = 0.74 (0.05)
Sensitivity: PAM > 4 = 9.2%, > 8 = 2%. PAR: > 5 = 23.7%, > 8 = 9.6%. Specificity: 100% for both scores at all cut-off points
Cohn et al. [49]
PAM (minus S3 gallop)
Survivors of attempted CPR for IHCA and matched non-survivors
86 (43)
1986–1991
Retrospective case–control
USA (1)
Survival to discharge
Fully independent validation
n.r.
p < 0.0003; R2 = 9.6%
n.r.

Meta-analysis

It was possible to calculate a pooled performance of the GO-FAR [3942, 44], PAM [45, 47, 48, 50] and PAR [45, 48, 50, 51] scores (Fig. 2. Forest plots of c-statistics in external validation studies.). The GO-FAR score showed the best performance with a pooled AUROC of 0.78 (95% CI 0.69–0.85), versus 0.59 (95%CI 0.50–0.68) for the PAM and 0.62 (95%CI 0.49–0.74) for the PAR.

PROBAST

The assessment of quality with the PROBAST tool showed most risk of bias was present in the ‘analysis’ domain (full assessment in the Additional file 1: Appendix): the number of participants was not always satisfactory, and frequently the way in which missing data were handled was not reported.

Discussion

This systematic review describes prognostic models that use pre-arrest factors to predict outcome of in-hospital cardiac arrest. A comprehensive overview of developed, updated and validated models is presented. Using the best available evidence, i.e. the best performing model, could aid patients and clinicians in making an informed decision whether to attempt or refrain from CPR. Only six models have been validated in external populations. Of these, the GO-FAR score shows the most acceptable performance.

Model development and updating

This systematic review shows that there has been a plethora of prognostic models developed in recent years to predict outcome after IHCA. A total of 27 different prognostic models were published using pre-arrest factors to predict any clinical outcome after IHCA. Approximately half use pre- and intra-arrest factors and the remaining half exclusively pre-arrest factors, which are the models would be more useful in a clinical setting. However, the time at which the factors are assessed often differs from the moment at which the model would be used; as is illustrated by the validation study of the GO-FAR score from Rubins et al. [41]. The authors found the lowest AUC of the GO-FAR score when using it with admission factors, instead of data collected close to the IHCA, which is to be expected as the score was not developed for this moment. However, this demonstrates a potential pitfall of the prognostic models if used in clinical practice. The clinical course of a patient admitted to the hospital is a dynamic process, which in an ideal situation the models would reflect: initially only including pre-arrest factors known at admission and gradually incorporating peri-arrest factors as the clinical situation evolves. A potential problem of prognostic models including both pre-arrest factors and peri-arrest factors is that the peri-arrest factors carry a lot of weight in the model but they are not known at the time of initial counselling. Their importance becomes evident in later clinical decision-making, when deciding whether to (dis)continue a resuscitation attempt. The impact of peri-arrest variables on outcome should be reflected in decision models for termination of CPR, whereas the pre-arrest variables studied in this review should allow for better patient counselling on advance care directives.
As Lauridsen et al. rightfully note, in a recent review of test accuracy studies for IHCA prognosis, there is a need for models that aid in prognostication at an early stage of hospital admission, so that patients (and/or family) can be properly informed. They concluded that no score was sufficiently reliable to support its use in clinical practice. Our study provides a comprehensive review of model development, updating and validating, rather than just the diagnostic accuracy of the tools where no distinction between model development and validation is made [6]. We have critically appraised the methodology behind each model using the PROBAST—as is appropriate in this instance—and have managed to perform a meta-analysis of the models’ performances, using methodological guidance on meta-analysis of prediction model performance [8]. We did specifically not include Early Warning Scores, as they are comprised of physiological parameters that are not available at the time on counselling and are used to estimate the risk of deterioration in hospitalised patients rather than the prognosis after IHCA. They proved to be highly inaccurate for prediction of patient survival. Excluding the studies investigating Early Warning Scores, Lauridsen et al. included 20 studies, whereas this systematic review includes 33 studies maybe due to a search strategy more specific for a systematic review of prediction models [10].
Age was included in almost all models as a prognostic factor for outcome after IHCA. Dependent functional status was also a frequently included factor, as were comorbidities (metastatic) malignancy, renal insufficiency and the presence of sepsis. This corresponds with findings of a recent systematic review evaluating the association of single pre-arrest and intra-arrest factors with survival after IHCA, where the pre-arrest factors age, active malignancy and chronic kidney disease were all independently associated with reduced survival [52]. Male sex was also found to be an independent prognostic factor, but it was only in three of the models included in this systematic review. Frailty has recently been found to be a robust prognostic factor for in-hospital mortality after IHCA, which is reflected in this study by dependent functional status or admission from a nursing facility being frequently included prognostic factors [53]. It is however debateable whether frailty and functional dependence are the same thing. This was recently demonstrated in an observational study, where it was found that moderately frail adults demonstrate heterogeneity in functional status [54].
A wide diversity of predicted outcomes is present in the included models, ranging from the occurrence of ROSC to survival to discharge with a good neurological outcome. And although CPC is not a patient-centred outcome measure, it does provide an extra dimension over survival. Given that the GO-FAR performance is still better than other models, future research should attempt to correlate this model’s variables to health-related quality of life (HRQoL). And as previously argued by Haywood et al., all future cardiac arrest research should use uniform reporting of long-term outcomes and HRQoL to allow for better comparison between studies and represent more clinically relevant outcomes [5557].

Model validation

To maximize the potential and clinical usefulness of prognostic models, they must be rigorously developed and—internally and externally—validated, and their impact on clinical practice and patient outcomes must be evaluated. Model development studies should adjust for overfitting by performing internal validation and recalibration. Several techniques for internal validation (reproducibility) are used and include apparent validation (development and validation in the same population), split-sample validation (random division of data in training and test sets) and bootstrapping (random samples of the same size are drawn with replacement). Only half of the studies in this systematic review which developed scores engaged in some form of (mainly internal and split-sample) validation.
However, no score should be applied in clinical settings unless it has been externally validated. External validation (generalisability) of a model can be performed via geographical or temporal validation or a fully independent validation (with other researchers at another centre) [14]. Only six models were subsequently validated in external populations and only a minority of the models assessed calibration or mention recalibration of the presented model. This could mean an overall overestimation of the performance of the other reported prognostic models. Performance is easily overestimated when there is only apparent validation. Therefore, external validation studies are needed to ensure the generalisability of a prognostic model for medical practice [58]. Moreover, only a minority of the models assessed calibration or mention recalibration of the presented model.
Based on the prognostic models identified through this systematic review, the GO-FAR score has the best performance when validated in external populations and is at this time the most robust and tested model. The performance of the PAM, PAR and MPI in external validation studies limits its consideration for clinical use.
As for generalisability; models were predominantly developed in the USA (using GWTG Registry data) and the UK. Several external validation studies were performed in Sweden in the same relatively small retrospective cohort. This emphasises a need for external model validation and updating in different populations, as many countries are not represented in the current body of literature and important cultural differences play an important role in the installing of advance care directives [59].

Strengths and limitations

This study contains a comprehensive search and extensive analysis using current guidelines for reviewing and assessing bias of prediction model studies [7, 17]. Methodological assessment revealed that the most frequent risk of bias was introduced in the domains source of data, sample size, number of outcomes and analysis (Additional file 1: Appendix.) Limitations pertain mainly to design of the included studies. Only two models were developed with prospective collected data, as is reported to be the superior source of data for the development of prognostic models [13, 17]. Most models were developed using registry data or relatively small retrospective cohorts. Another limitation of this study includes low sensitivity of the search, due to a lack of search terms and indexing for prognostic model studies [10].

Methodological recommendations

An important caveat in interpreting these results and implementing them  in practice becomes apparent when examining the prognostic models as the time at which the factors are assessed often differs from the moment at which the model would be used in a clinical setting. A prognostic model meant to be used before starting CPR (at hospital admission, or even prior to that moment) might be more practical and better reflect the moment when the decision-making in advance care planning is taking place and when such a model could be most helpful.
Imputation techniques should be used when data are missing and the full equation of the prognostic model should be presented to allow for external validation and updating by independent research teams and this should be performed in large prospective cohorts. Calibration is an important aspect of performance and should be assessed in future studies, as poorly calibrated models can be unreliable even with good discrimination [16].
There seems to be a gap between the development of prognostic models and the researching of their possible effect on clinical decision-making and maybe even on patient outcomes. Furthermore, clinicians may be eschewing the use of scores due to lack of clear guidance on which score(s) to use, barriers to practical use, or they may find the utility of the scores limited in clinical practice. In spite of the prevalence of risk models, it is known few models have been validated, and even fewer are used regularly in clinical settings [58, 60]. Future research should focus on updating and validating existing prediction models in large external populations, rather than developing new models. After extensive external validation studies of prognostic models, implementation studies are needed to assess their influence in clinical practice [61].

Conclusions

Several prediction models for clinical outcome after attempted resuscitation for IHCA have been published, most have a moderate risk of bias and have not been validated externally. The GO-FAR-score is the only prognostic model included in multiple external validation studies with a decent performance. Future research should focus on updating existing models in large external populations and on their influence on clinical decision-making.

Acknowledgements

The authors acknowledge W. Bramer for helping with the systematic literature search.

Declarations

Not applicable.
Not applicable.

Competing interests

The authors declare that they have no competing interests.
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Metadaten
Titel
Prognostic models for outcome prediction following in-hospital cardiac arrest using pre-arrest factors: a systematic review, meta-analysis and critical appraisal
verfasst von
Casey Grandbois van Ravenhorst
Marc Schluep
Henrik Endeman
Robert-Jan Stolker
Sanne Elisabeth Hoeks
Publikationsdatum
01.12.2023
Verlag
BioMed Central
Erschienen in
Critical Care / Ausgabe 1/2023
Elektronische ISSN: 1364-8535
DOI
https://doi.org/10.1186/s13054-023-04306-y

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